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Optimal Circuit Boards
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Maximum possible circuit board production from a single logistics station. Produces 120 circuit boards/sec. Exactly 12 of them can fit in a ring around the latitude shown in the image (last 5-square region before the 10-square region).
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
复制到剪贴板
作者:
japaroads
收藏集:
Public
游戏版本:
2.3.8
复制次数:
0.0 次
创建时间:
4 年多 前
1
耗电量
发电量
此蓝图需要
1
12
40
40
120
467
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